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)
| Product Number | 4H30-9-X6 |
| Synonyms | (5-Bromo-1-benzofuran-2-yl)methylamine; 2-(Aminomethyl)-5-bromo-1-benzofuran |
| Purity | 97 % |
| CAS | 165736-51-6 |
| MDL Number | MFCD06658983 |
| Molecular Formula | C9H8BrNO |
| Molecular Weight | 226.073 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 38.5-40.5 ℃
TSCA: Not listed on TSCA inventory